How to Calculate RPM for an Electric Motor on Paper?

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To calculate RPM for an electric motor on paper, it's essential to first characterize the load, determining the required torque and angular velocity. The relationship between power, torque, and RPM allows designers to choose between high RPM low torque or low RPM high torque configurations based on application needs. For example, in designing motors for model aircraft, one can use the motor constant (rpm/volt) to estimate RPM based on battery voltage. Understanding these parameters helps in selecting the appropriate motor and gearing for optimal performance. Ultimately, calculating horsepower involves balancing these factors while considering potential inefficiencies.
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I am trying to design an electric motor and calculating how much electrical power it consumes is easy. Trying to figure out the horsepower it produces on paper is not. I can calculate the torque of the motor, but in order to calculate horsepower I need the RPM. Does anyone know how I can figure out the RPM on paper? I imagine that I would need to come up with an imaginary load..? I am confused by this one. I can't find the math for it.
 
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What is the purpose of the motor?
 
Power = torque * angular velocity

What that's saying is that you can trade torque and rpm to achieve the same power. Within reason the rpm is something you as a designer choose to suit the application and the availability of suitable motors. If you are designing a motor you can choose to make it a high rpm low torque motor or a low rpm high torque motor.

Your first job is to characterise the load. What torque and angular velocity (rpm) does it need?

Suppose we're looking at DC permanant magnet motors for a model aircraft. You might take a look at the motor constant which has units rpm/volt. Let's say you want to drive a model aircraft propellor at 10,000 rpm using a 10V battery then you might look at a motor that has a 1000 rpm/volt motor constant or perhaps a 3000 rpm/volt constant and a 3:1 reduction gear box. There are reasons why one might be a better choice then the other but that's for another day.
 
njguy said:
I am trying to design an electric motor and calculating how much electrical power it consumes is easy. Trying to figure out the horsepower it produces on paper is not.
That doesn't make much sense: minus inefficiencies, they should be the same number!
 
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Good catch Russ.

njguy - how do you know the electrical power consumed?
 
So I know that electrons are fundamental, there's no 'material' that makes them up, it's like talking about a colour itself rather than a car or a flower. Now protons and neutrons and quarks and whatever other stuff is there fundamentally, I want someone to kind of teach me these, I have a lot of questions that books might not give the answer in the way I understand. Thanks

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